cdfquantreg1.3.1-2 package

Quantile Regression for Random Variables on the Unit Interval

Ambdata

Ambiguity-Conflict data

anova.cdfqr

Model comparison test for fitted cdfqr models

AnxStrData

Stress-Anxiety data

bugsLikelihood

Likelihood Functions for Generating OpenBUGS Model File

bugsModel

Generating OpenBUGS Model File

cdfft

The Family of Finite-Tailed Distributions

cdfqr.control

Control Optimization Parameters for CDF-Quantile Probability Distribut...

cdfqrFamily

Overview of the family of distributions

cdfquantreg-package

Quantile Regression for Random Variables on the Unit Interval

cdfquantreg

CDF-Quantile Probability Distributions

cdfquantregC

Censored CDF-Quantile Probability Distributions

cdfquantregFT

CDF-Quantile Finite Tailed Probability Distributions

cdfquantregH

Zero/One inflated CDF-Quantile Probability Distributions

dq

The Family of Distributions

ExtEvent

Extinction Study data-set

influence.cdfqr

Influence Diagnosis For Fitted Cdfqr Object

IPCC

IPCC data-set

IPCC_Wide

IPCC data-set - Wide format

IPCCAUS

IPCC data-set - Australian data

JurorData

Juror data

plot.cdfqr

Plot Fitted Values/Residuals of A Cdfqr Object or Distribution

predict.cdfqr

Methods for Cdfqr Objects

qrBoot

Bootstrapping for cdf quantile regression

qrGrad

Give the Gradient Function for CDF-Quantile Distribution Models

qrLogLik

Log Likelihood for Fitting Cdfquantile Distributions

qrPwlm

Probability Weighted L-moment Skewness and Kurtosis

qrStart

Starting Value Generation for CDF quantile Regressions

residuals.cdfqr

Register method for cdfqr object functions

scaleTR

Transform Values into (0, 1) Interval

summary.cdfqr

S3 Methods for getting output from fitted cdfqr Objects.

yoon

Patient Time Data

Employs a two-parameter family of distributions for modelling random variables on the (0, 1) interval by applying the cumulative distribution function (cdf) of one parent distribution to the quantile function of another.

  • Maintainer: Yiyun Shou
  • License: GPL-3
  • Last published: 2023-09-03